比例(比率)
计算机科学
缩放空间
数据科学
领域(数学)
空格(标点符号)
背景(考古学)
极限(数学)
生态学
遥感
人工智能
数学
地理
图像处理
图像(数学)
地图学
生物
纯数学
操作系统
数学分析
考古
作者
Geoffrey J. Hay,P. Dubé,André Bouchard,Danielle J. Marceau
标识
DOI:10.1016/s0304-3800(01)00500-2
摘要
Over the last two decades, the scale-space community has developed into a reputable field in computer vision, yet its nontrivial mathematics (i.e. group invariance, differential geometry and tensor analysis) limit its adoption by a larger body of researchers and scientists, whose interests in multiscale analysis range from biomedical imaging to landscape ecology. In an effort to disseminate the ideas of this community to a wider audience we present this non-mathematical primer, which introduces the theory, methods, and utility of scale-space for exploring and quantifying multi-scale landscape patterns within the context of Complex Systems theory. In addition, we suggest that Scale-Space theory, combined with remote sensing imagery and blob-feature detection techniques, satisfy many of the requirements of an idealized multiscale framework for landscape analysis.
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